Simulations with K=3 longitudinal markers with a mixture of distributions (continuous, count, and binary)
Approach: . | R-INLA 1 . | R-INLA 2 . | JMbayes2 . | rstanarm 1 . | rstanarm 2 . | ||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
. | (Empirical Bayes) . | (Full Bayesian) . | . | (1 chain / 1000 iter.) . | (4 chains / 2000 iter.) . | ||||||||||
True value . | Bias . | (SD) . | CP (%) . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . |
0.001 | (0.049) | 95 | 0.001 | (0.049) | 96 | 0.002 | (0.049) | 95 | 0.006 | (0.051) | 93 | –0.001 | (0.048) | 96 | |
0.003 | (0.019) | 96 | 0.003 | (0.019) | 95 | 0.002 | (0.019) | 95 | 0.003 | (0.021) | 93 | –0.001 | (0.019) | 94 | |
0 | (0.04) | 95 | 0 | (0.04) | 94 | –0.001 | (0.04) | 94 | –0.004 | (0.041) | 93 | 0.004 | (0.039) | 97 | |
–0.001 | (0.034) | 97 | 0 | (0.034) | 98 | 0 | (0.034) | 98 | –0.003 | (0.035) | 96 | –0.007 | (0.033) | 98 | |
0 | (0.003) | 94 | 0 | (0.003) | 94 | 0 | (0.003) | 94 | 0.002 | (0.01) | 92 | 0.001 | (0.004) | 95 | |
–0.002 | (0.053) | 96 | –0.002 | (0.053) | 95 | 0.002 | (0.053) | 96 | 0.001 | (0.049) | 98 | –0.008 | (0.047) | 98 | |
–0.002 | (0.02) | 96 | –0.002 | (0.02) | 96 | –0.001 | (0.02) | 96 | –0.002 | (0.019) | 97 | –0.003 | (0.019) | 98 | |
0.002 | (0.043) | 96 | 0.002 | (0.043) | 95 | 0 | (0.043) | 96 | 0.001 | (0.041) | 95 | 0.005 | (0.041) | 95 | |
0.004 | (0.045) | 94 | 0.004 | (0.045) | 94 | 0.003 | (0.045) | 95 | 0.002 | (0.045) | 94 | 0.009 | (0.04) | 96 | |
–0.014 | (0.092) | 95 | –0.014 | (0.091) | 95 | –0.005 | (0.093) | 94 | 0.001 | (0.096) | 94 | 0.026 | (0.102) | 97 | |
0.008 | (0.031) | 93 | 0.009 | (0.031) | 93 | –0.001 | (0.031) | 95 | –0.001 | (0.032) | 94 | –0.007 | (0.031) | 96 | |
–0.006 | (0.074) | 96 | –0.007 | (0.073) | 95 | 0.004 | (0.075) | 97 | –0.002 | (0.076) | 94 | –0.008 | (0.071) | 98 | |
0.01 | (0.07) | 95 | 0.011 | (0.071) | 95 | –0.001 | (0.071) | 95 | –0.003 | (0.068) | 96 | –0.018 | (0.077) | 85 | |
0.003 | (0.016) | 95 | 0.002 | (0.014) | 94 | –0.001 | (0.014) | 99 | –0.007 | (0.029) | 94 | –0.008 | (0.021) | 96 | |
0.003 | (0.01) | 94 | 0.004 | (0.009) | 95 | 0 | (0.009) | 93 | 0.008 | (0.038) | 88 | 0.011 | (0.025) | 94 | |
0.002 | (0.019) | 95 | 0.001 | (0.017) | 96 | 0.002 | (0.017) | 95 | 0.004 | (0.017) | 96 | 0.002 | (0.016) | 95 | |
0.002 | (0.014) | 95 | 0.002 | (0.013) | 95 | 0.003 | (0.014) | 94 | 0.002 | (0.012) | 97 | 0.007 | (0.016) | 82 | |
–0.01 | (0.036) | 96 | –0.009 | (0.037) | 96 | 0 | (0.041) | 93 | 0.004 | (0.041) | 96 | 0.002 | (0.037) | 97 | |
–0.002 | (0.009) | 96 | –0.004 | (0.009) | 94 | –0.001 | (0.007) | 97 | –0.001 | (0.01) | 96 | –0.003 | (0.009) | 96 | |
0 | (0.011) | 95 | 0 | (0.011) | 95 | 0 | (0.01) | 96 | –0.001 | (0.01) | 94 | –0.003 | (0.011) | 97 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | 0 | (0.009) | 96 | –0.002 | (0.011) | 94 | 0 | (0.009) | 97 | |
0 | (0.019) | 96 | –0.003 | (0.017) | 97 | 0.001 | (0.016) | 95 | –0.002 | (0.016) | 94 | –0.001 | (0.017) | 95 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | –0.001 | (0.009) | 96 | 0 | (0.011) | 94 | –0.002 | (0.01) | 97 | |
0 | (0.008) | 95 | 0 | (0.008) | 96 | 0 | (0.008) | 95 | 0.002 | (0.01) | 92 | 0 | (0.008) | 96 | |
0.005 | (0.014) | 92 | 0.006 | (0.013) | 94 | 0.002 | (0.014) | 93 | 0 | (0.015) | 95 | –0.001 | (0.014) | 97 | |
0 | (0.012) | 95 | 0 | (0.012) | 95 | –0.001 | (0.011) | 94 | 0 | (0.011) | 96 | 0.002 | (0.011) | 96 | |
–0.001 | (0.019) | 95 | –0.002 | (0.019) | 95 | –0.003 | (0.018) | 94 | –0.001 | (0.019) | 96 | 0.001 | (0.018) | 96 | |
–0.001 | (0.017) | 95 | –0.001 | (0.017) | 96 | –0.003 | (0.016) | 94 | 0.009 | (0.019) | 92 | 0.011 | (0.018) | 95 | |
–0.003 | (0.101) | 95 | –0.003 | (0.102) | 94 | 0 | (0.103) | 98 | 0.009 | (0.113) | 94 | 0.021 | (0.114) | 96 | |
0.006 | (0.074) | 93 | 0.005 | (0.073) | 94 | 0.005 | (0.074) | 97 | 0.002 | (0.077) | 93 | 0.006 | (0.072) | 94 | |
–0.001 | (0.094) | 94 | 0.001 | (0.092) | 94 | –0.004 | (0.092) | 94 | –0.006 | (0.093) | 94 | –0.003 | (0.087) | 95 | |
Conv. rate | 1 | 1 | 1 | 0.51 | 0.64 | ||||||||||
Comp. time (s) | 43.55 (5.58) | 69.8 (44.59) | 295.73 (20.22) | 3766.41 (1429.06) | 10,861.22 (3735.02) |
Approach: . | R-INLA 1 . | R-INLA 2 . | JMbayes2 . | rstanarm 1 . | rstanarm 2 . | ||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
. | (Empirical Bayes) . | (Full Bayesian) . | . | (1 chain / 1000 iter.) . | (4 chains / 2000 iter.) . | ||||||||||
True value . | Bias . | (SD) . | CP (%) . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . |
0.001 | (0.049) | 95 | 0.001 | (0.049) | 96 | 0.002 | (0.049) | 95 | 0.006 | (0.051) | 93 | –0.001 | (0.048) | 96 | |
0.003 | (0.019) | 96 | 0.003 | (0.019) | 95 | 0.002 | (0.019) | 95 | 0.003 | (0.021) | 93 | –0.001 | (0.019) | 94 | |
0 | (0.04) | 95 | 0 | (0.04) | 94 | –0.001 | (0.04) | 94 | –0.004 | (0.041) | 93 | 0.004 | (0.039) | 97 | |
–0.001 | (0.034) | 97 | 0 | (0.034) | 98 | 0 | (0.034) | 98 | –0.003 | (0.035) | 96 | –0.007 | (0.033) | 98 | |
0 | (0.003) | 94 | 0 | (0.003) | 94 | 0 | (0.003) | 94 | 0.002 | (0.01) | 92 | 0.001 | (0.004) | 95 | |
–0.002 | (0.053) | 96 | –0.002 | (0.053) | 95 | 0.002 | (0.053) | 96 | 0.001 | (0.049) | 98 | –0.008 | (0.047) | 98 | |
–0.002 | (0.02) | 96 | –0.002 | (0.02) | 96 | –0.001 | (0.02) | 96 | –0.002 | (0.019) | 97 | –0.003 | (0.019) | 98 | |
0.002 | (0.043) | 96 | 0.002 | (0.043) | 95 | 0 | (0.043) | 96 | 0.001 | (0.041) | 95 | 0.005 | (0.041) | 95 | |
0.004 | (0.045) | 94 | 0.004 | (0.045) | 94 | 0.003 | (0.045) | 95 | 0.002 | (0.045) | 94 | 0.009 | (0.04) | 96 | |
–0.014 | (0.092) | 95 | –0.014 | (0.091) | 95 | –0.005 | (0.093) | 94 | 0.001 | (0.096) | 94 | 0.026 | (0.102) | 97 | |
0.008 | (0.031) | 93 | 0.009 | (0.031) | 93 | –0.001 | (0.031) | 95 | –0.001 | (0.032) | 94 | –0.007 | (0.031) | 96 | |
–0.006 | (0.074) | 96 | –0.007 | (0.073) | 95 | 0.004 | (0.075) | 97 | –0.002 | (0.076) | 94 | –0.008 | (0.071) | 98 | |
0.01 | (0.07) | 95 | 0.011 | (0.071) | 95 | –0.001 | (0.071) | 95 | –0.003 | (0.068) | 96 | –0.018 | (0.077) | 85 | |
0.003 | (0.016) | 95 | 0.002 | (0.014) | 94 | –0.001 | (0.014) | 99 | –0.007 | (0.029) | 94 | –0.008 | (0.021) | 96 | |
0.003 | (0.01) | 94 | 0.004 | (0.009) | 95 | 0 | (0.009) | 93 | 0.008 | (0.038) | 88 | 0.011 | (0.025) | 94 | |
0.002 | (0.019) | 95 | 0.001 | (0.017) | 96 | 0.002 | (0.017) | 95 | 0.004 | (0.017) | 96 | 0.002 | (0.016) | 95 | |
0.002 | (0.014) | 95 | 0.002 | (0.013) | 95 | 0.003 | (0.014) | 94 | 0.002 | (0.012) | 97 | 0.007 | (0.016) | 82 | |
–0.01 | (0.036) | 96 | –0.009 | (0.037) | 96 | 0 | (0.041) | 93 | 0.004 | (0.041) | 96 | 0.002 | (0.037) | 97 | |
–0.002 | (0.009) | 96 | –0.004 | (0.009) | 94 | –0.001 | (0.007) | 97 | –0.001 | (0.01) | 96 | –0.003 | (0.009) | 96 | |
0 | (0.011) | 95 | 0 | (0.011) | 95 | 0 | (0.01) | 96 | –0.001 | (0.01) | 94 | –0.003 | (0.011) | 97 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | 0 | (0.009) | 96 | –0.002 | (0.011) | 94 | 0 | (0.009) | 97 | |
0 | (0.019) | 96 | –0.003 | (0.017) | 97 | 0.001 | (0.016) | 95 | –0.002 | (0.016) | 94 | –0.001 | (0.017) | 95 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | –0.001 | (0.009) | 96 | 0 | (0.011) | 94 | –0.002 | (0.01) | 97 | |
0 | (0.008) | 95 | 0 | (0.008) | 96 | 0 | (0.008) | 95 | 0.002 | (0.01) | 92 | 0 | (0.008) | 96 | |
0.005 | (0.014) | 92 | 0.006 | (0.013) | 94 | 0.002 | (0.014) | 93 | 0 | (0.015) | 95 | –0.001 | (0.014) | 97 | |
0 | (0.012) | 95 | 0 | (0.012) | 95 | –0.001 | (0.011) | 94 | 0 | (0.011) | 96 | 0.002 | (0.011) | 96 | |
–0.001 | (0.019) | 95 | –0.002 | (0.019) | 95 | –0.003 | (0.018) | 94 | –0.001 | (0.019) | 96 | 0.001 | (0.018) | 96 | |
–0.001 | (0.017) | 95 | –0.001 | (0.017) | 96 | –0.003 | (0.016) | 94 | 0.009 | (0.019) | 92 | 0.011 | (0.018) | 95 | |
–0.003 | (0.101) | 95 | –0.003 | (0.102) | 94 | 0 | (0.103) | 98 | 0.009 | (0.113) | 94 | 0.021 | (0.114) | 96 | |
0.006 | (0.074) | 93 | 0.005 | (0.073) | 94 | 0.005 | (0.074) | 97 | 0.002 | (0.077) | 93 | 0.006 | (0.072) | 94 | |
–0.001 | (0.094) | 94 | 0.001 | (0.092) | 94 | –0.004 | (0.092) | 94 | –0.006 | (0.093) | 94 | –0.003 | (0.087) | 95 | |
Conv. rate | 1 | 1 | 1 | 0.51 | 0.64 | ||||||||||
Comp. time (s) | 43.55 (5.58) | 69.8 (44.59) | 295.73 (20.22) | 3766.41 (1429.06) | 10,861.22 (3735.02) |
Simulations with K=3 longitudinal markers with a mixture of distributions (continuous, count, and binary)
Approach: . | R-INLA 1 . | R-INLA 2 . | JMbayes2 . | rstanarm 1 . | rstanarm 2 . | ||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
. | (Empirical Bayes) . | (Full Bayesian) . | . | (1 chain / 1000 iter.) . | (4 chains / 2000 iter.) . | ||||||||||
True value . | Bias . | (SD) . | CP (%) . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . |
0.001 | (0.049) | 95 | 0.001 | (0.049) | 96 | 0.002 | (0.049) | 95 | 0.006 | (0.051) | 93 | –0.001 | (0.048) | 96 | |
0.003 | (0.019) | 96 | 0.003 | (0.019) | 95 | 0.002 | (0.019) | 95 | 0.003 | (0.021) | 93 | –0.001 | (0.019) | 94 | |
0 | (0.04) | 95 | 0 | (0.04) | 94 | –0.001 | (0.04) | 94 | –0.004 | (0.041) | 93 | 0.004 | (0.039) | 97 | |
–0.001 | (0.034) | 97 | 0 | (0.034) | 98 | 0 | (0.034) | 98 | –0.003 | (0.035) | 96 | –0.007 | (0.033) | 98 | |
0 | (0.003) | 94 | 0 | (0.003) | 94 | 0 | (0.003) | 94 | 0.002 | (0.01) | 92 | 0.001 | (0.004) | 95 | |
–0.002 | (0.053) | 96 | –0.002 | (0.053) | 95 | 0.002 | (0.053) | 96 | 0.001 | (0.049) | 98 | –0.008 | (0.047) | 98 | |
–0.002 | (0.02) | 96 | –0.002 | (0.02) | 96 | –0.001 | (0.02) | 96 | –0.002 | (0.019) | 97 | –0.003 | (0.019) | 98 | |
0.002 | (0.043) | 96 | 0.002 | (0.043) | 95 | 0 | (0.043) | 96 | 0.001 | (0.041) | 95 | 0.005 | (0.041) | 95 | |
0.004 | (0.045) | 94 | 0.004 | (0.045) | 94 | 0.003 | (0.045) | 95 | 0.002 | (0.045) | 94 | 0.009 | (0.04) | 96 | |
–0.014 | (0.092) | 95 | –0.014 | (0.091) | 95 | –0.005 | (0.093) | 94 | 0.001 | (0.096) | 94 | 0.026 | (0.102) | 97 | |
0.008 | (0.031) | 93 | 0.009 | (0.031) | 93 | –0.001 | (0.031) | 95 | –0.001 | (0.032) | 94 | –0.007 | (0.031) | 96 | |
–0.006 | (0.074) | 96 | –0.007 | (0.073) | 95 | 0.004 | (0.075) | 97 | –0.002 | (0.076) | 94 | –0.008 | (0.071) | 98 | |
0.01 | (0.07) | 95 | 0.011 | (0.071) | 95 | –0.001 | (0.071) | 95 | –0.003 | (0.068) | 96 | –0.018 | (0.077) | 85 | |
0.003 | (0.016) | 95 | 0.002 | (0.014) | 94 | –0.001 | (0.014) | 99 | –0.007 | (0.029) | 94 | –0.008 | (0.021) | 96 | |
0.003 | (0.01) | 94 | 0.004 | (0.009) | 95 | 0 | (0.009) | 93 | 0.008 | (0.038) | 88 | 0.011 | (0.025) | 94 | |
0.002 | (0.019) | 95 | 0.001 | (0.017) | 96 | 0.002 | (0.017) | 95 | 0.004 | (0.017) | 96 | 0.002 | (0.016) | 95 | |
0.002 | (0.014) | 95 | 0.002 | (0.013) | 95 | 0.003 | (0.014) | 94 | 0.002 | (0.012) | 97 | 0.007 | (0.016) | 82 | |
–0.01 | (0.036) | 96 | –0.009 | (0.037) | 96 | 0 | (0.041) | 93 | 0.004 | (0.041) | 96 | 0.002 | (0.037) | 97 | |
–0.002 | (0.009) | 96 | –0.004 | (0.009) | 94 | –0.001 | (0.007) | 97 | –0.001 | (0.01) | 96 | –0.003 | (0.009) | 96 | |
0 | (0.011) | 95 | 0 | (0.011) | 95 | 0 | (0.01) | 96 | –0.001 | (0.01) | 94 | –0.003 | (0.011) | 97 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | 0 | (0.009) | 96 | –0.002 | (0.011) | 94 | 0 | (0.009) | 97 | |
0 | (0.019) | 96 | –0.003 | (0.017) | 97 | 0.001 | (0.016) | 95 | –0.002 | (0.016) | 94 | –0.001 | (0.017) | 95 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | –0.001 | (0.009) | 96 | 0 | (0.011) | 94 | –0.002 | (0.01) | 97 | |
0 | (0.008) | 95 | 0 | (0.008) | 96 | 0 | (0.008) | 95 | 0.002 | (0.01) | 92 | 0 | (0.008) | 96 | |
0.005 | (0.014) | 92 | 0.006 | (0.013) | 94 | 0.002 | (0.014) | 93 | 0 | (0.015) | 95 | –0.001 | (0.014) | 97 | |
0 | (0.012) | 95 | 0 | (0.012) | 95 | –0.001 | (0.011) | 94 | 0 | (0.011) | 96 | 0.002 | (0.011) | 96 | |
–0.001 | (0.019) | 95 | –0.002 | (0.019) | 95 | –0.003 | (0.018) | 94 | –0.001 | (0.019) | 96 | 0.001 | (0.018) | 96 | |
–0.001 | (0.017) | 95 | –0.001 | (0.017) | 96 | –0.003 | (0.016) | 94 | 0.009 | (0.019) | 92 | 0.011 | (0.018) | 95 | |
–0.003 | (0.101) | 95 | –0.003 | (0.102) | 94 | 0 | (0.103) | 98 | 0.009 | (0.113) | 94 | 0.021 | (0.114) | 96 | |
0.006 | (0.074) | 93 | 0.005 | (0.073) | 94 | 0.005 | (0.074) | 97 | 0.002 | (0.077) | 93 | 0.006 | (0.072) | 94 | |
–0.001 | (0.094) | 94 | 0.001 | (0.092) | 94 | –0.004 | (0.092) | 94 | –0.006 | (0.093) | 94 | –0.003 | (0.087) | 95 | |
Conv. rate | 1 | 1 | 1 | 0.51 | 0.64 | ||||||||||
Comp. time (s) | 43.55 (5.58) | 69.8 (44.59) | 295.73 (20.22) | 3766.41 (1429.06) | 10,861.22 (3735.02) |
Approach: . | R-INLA 1 . | R-INLA 2 . | JMbayes2 . | rstanarm 1 . | rstanarm 2 . | ||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
. | (Empirical Bayes) . | (Full Bayesian) . | . | (1 chain / 1000 iter.) . | (4 chains / 2000 iter.) . | ||||||||||
True value . | Bias . | (SD) . | CP (%) . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . | Bias . | (SD) . | CP . |
0.001 | (0.049) | 95 | 0.001 | (0.049) | 96 | 0.002 | (0.049) | 95 | 0.006 | (0.051) | 93 | –0.001 | (0.048) | 96 | |
0.003 | (0.019) | 96 | 0.003 | (0.019) | 95 | 0.002 | (0.019) | 95 | 0.003 | (0.021) | 93 | –0.001 | (0.019) | 94 | |
0 | (0.04) | 95 | 0 | (0.04) | 94 | –0.001 | (0.04) | 94 | –0.004 | (0.041) | 93 | 0.004 | (0.039) | 97 | |
–0.001 | (0.034) | 97 | 0 | (0.034) | 98 | 0 | (0.034) | 98 | –0.003 | (0.035) | 96 | –0.007 | (0.033) | 98 | |
0 | (0.003) | 94 | 0 | (0.003) | 94 | 0 | (0.003) | 94 | 0.002 | (0.01) | 92 | 0.001 | (0.004) | 95 | |
–0.002 | (0.053) | 96 | –0.002 | (0.053) | 95 | 0.002 | (0.053) | 96 | 0.001 | (0.049) | 98 | –0.008 | (0.047) | 98 | |
–0.002 | (0.02) | 96 | –0.002 | (0.02) | 96 | –0.001 | (0.02) | 96 | –0.002 | (0.019) | 97 | –0.003 | (0.019) | 98 | |
0.002 | (0.043) | 96 | 0.002 | (0.043) | 95 | 0 | (0.043) | 96 | 0.001 | (0.041) | 95 | 0.005 | (0.041) | 95 | |
0.004 | (0.045) | 94 | 0.004 | (0.045) | 94 | 0.003 | (0.045) | 95 | 0.002 | (0.045) | 94 | 0.009 | (0.04) | 96 | |
–0.014 | (0.092) | 95 | –0.014 | (0.091) | 95 | –0.005 | (0.093) | 94 | 0.001 | (0.096) | 94 | 0.026 | (0.102) | 97 | |
0.008 | (0.031) | 93 | 0.009 | (0.031) | 93 | –0.001 | (0.031) | 95 | –0.001 | (0.032) | 94 | –0.007 | (0.031) | 96 | |
–0.006 | (0.074) | 96 | –0.007 | (0.073) | 95 | 0.004 | (0.075) | 97 | –0.002 | (0.076) | 94 | –0.008 | (0.071) | 98 | |
0.01 | (0.07) | 95 | 0.011 | (0.071) | 95 | –0.001 | (0.071) | 95 | –0.003 | (0.068) | 96 | –0.018 | (0.077) | 85 | |
0.003 | (0.016) | 95 | 0.002 | (0.014) | 94 | –0.001 | (0.014) | 99 | –0.007 | (0.029) | 94 | –0.008 | (0.021) | 96 | |
0.003 | (0.01) | 94 | 0.004 | (0.009) | 95 | 0 | (0.009) | 93 | 0.008 | (0.038) | 88 | 0.011 | (0.025) | 94 | |
0.002 | (0.019) | 95 | 0.001 | (0.017) | 96 | 0.002 | (0.017) | 95 | 0.004 | (0.017) | 96 | 0.002 | (0.016) | 95 | |
0.002 | (0.014) | 95 | 0.002 | (0.013) | 95 | 0.003 | (0.014) | 94 | 0.002 | (0.012) | 97 | 0.007 | (0.016) | 82 | |
–0.01 | (0.036) | 96 | –0.009 | (0.037) | 96 | 0 | (0.041) | 93 | 0.004 | (0.041) | 96 | 0.002 | (0.037) | 97 | |
–0.002 | (0.009) | 96 | –0.004 | (0.009) | 94 | –0.001 | (0.007) | 97 | –0.001 | (0.01) | 96 | –0.003 | (0.009) | 96 | |
0 | (0.011) | 95 | 0 | (0.011) | 95 | 0 | (0.01) | 96 | –0.001 | (0.01) | 94 | –0.003 | (0.011) | 97 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | 0 | (0.009) | 96 | –0.002 | (0.011) | 94 | 0 | (0.009) | 97 | |
0 | (0.019) | 96 | –0.003 | (0.017) | 97 | 0.001 | (0.016) | 95 | –0.002 | (0.016) | 94 | –0.001 | (0.017) | 95 | |
–0.001 | (0.01) | 96 | –0.001 | (0.01) | 96 | –0.001 | (0.009) | 96 | 0 | (0.011) | 94 | –0.002 | (0.01) | 97 | |
0 | (0.008) | 95 | 0 | (0.008) | 96 | 0 | (0.008) | 95 | 0.002 | (0.01) | 92 | 0 | (0.008) | 96 | |
0.005 | (0.014) | 92 | 0.006 | (0.013) | 94 | 0.002 | (0.014) | 93 | 0 | (0.015) | 95 | –0.001 | (0.014) | 97 | |
0 | (0.012) | 95 | 0 | (0.012) | 95 | –0.001 | (0.011) | 94 | 0 | (0.011) | 96 | 0.002 | (0.011) | 96 | |
–0.001 | (0.019) | 95 | –0.002 | (0.019) | 95 | –0.003 | (0.018) | 94 | –0.001 | (0.019) | 96 | 0.001 | (0.018) | 96 | |
–0.001 | (0.017) | 95 | –0.001 | (0.017) | 96 | –0.003 | (0.016) | 94 | 0.009 | (0.019) | 92 | 0.011 | (0.018) | 95 | |
–0.003 | (0.101) | 95 | –0.003 | (0.102) | 94 | 0 | (0.103) | 98 | 0.009 | (0.113) | 94 | 0.021 | (0.114) | 96 | |
0.006 | (0.074) | 93 | 0.005 | (0.073) | 94 | 0.005 | (0.074) | 97 | 0.002 | (0.077) | 93 | 0.006 | (0.072) | 94 | |
–0.001 | (0.094) | 94 | 0.001 | (0.092) | 94 | –0.004 | (0.092) | 94 | –0.006 | (0.093) | 94 | –0.003 | (0.087) | 95 | |
Conv. rate | 1 | 1 | 1 | 0.51 | 0.64 | ||||||||||
Comp. time (s) | 43.55 (5.58) | 69.8 (44.59) | 295.73 (20.22) | 3766.41 (1429.06) | 10,861.22 (3735.02) |
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